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\displaystyle\dfrac{9^4 * 3125^3}{1 * 10^6} = \dfrac{3^8 * 5^1^5}{1 * 10^6} = 3^a * 5^b
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\displaystyle\dfrac{2^7\cdot 3^8\cdot 5^1^5}{2^7\cdot 5^6}
\displaystyle\dfrac{2^7\cdot 3^8\cdot 5^1^5}{2^7\cdot 5^6}
\displaystyle 2y^{-1/2} = - \left(\dfrac{2}{5}x^5^/^2 + C \right)
\displaystyle 2y^{-1/2} = - \left(\dfrac{2}{5}x^5^/^2 + C \right)
\displaystyle\dfrac{ \sqrt y}{2} = - \dfrac{1}{\left(2 x^5^/^2\right)/5 + C}
\displaystyle \sqrt y = \left(-\dfrac{2}{2x^5^/^2/5 + 2K/5}\right)
\displaystyle 5 \cdot \sqrt y = \left(-\dfrac{10}{2\left(x^5^/^2 + K \right)}\right)} = -\dfrac{5}{x^5^/^2 + K}
\displaystyle \left(-\dfrac{10}{2\left(x^5^/^2 + K \right)}\right)}
\displaystyle \left(-\dfrac{10}{2\left(x^5^/^2 + K \right)}\right)}
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